@keyframes rwdcur53126 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 10 10, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2WS2hcZRTHf993H/NIMs1MxmpT0aGCKKIGERXfCC7ciSCIoOjKvYJbr1tXunHjwoUouBAFQURdCNIqpRa1GqVWOoxpEmOSxpnJPO7juy6+c5OZZNKkaRAXPTDMd2fuOed/Hv/zHfg/SRrUSmlQy/+XPlV2aL5QSZV2ADBhiIk2/qL84Zrarnow4gKkQW283VhHTx0NUxROCiSuD4Rm/nc/ezkNahs6gFFB3VwpACWG/Xaj2feunY5V5WbXuEWiP38NuXjen7ixVABKQA+It+gboKeC+r4BaAAV1ENwcJxIO9EyyvRxnMh3Cx7AM8B9wMOAP0L/inpGZwflYAGEDfTKzxTvzuNVyqb/T/gu8DhwHTYT7qAeoNOgptmnZCWY7vzVveBVKkYlLR21E/zyuHGm8zq+EJq0v669MfcN4C02y2CwGfGBEFuiDhBeTm9kAJ7tX+y/n0SG4uHC20A76ZtXcXPGOZrXyVxo4lZT58q5O8WRlkyYAUCxPC/LeU9Aso6u58q5F7H1fAQwTk6fNHF4T7pgcMaUNumk6f69+mPhmsJrQFv0fgKWJHIEWAlYE1sddpGsdufE0K1ABZgBTmpXNUwcEa87eA9Mab9SMiYyrwPPAU8ArwBViXxrUKRBzWUXyViwBJwGVoBv5BwDHcfTp0ynRXR8xThOpPWxPBzxZoD7gbuApxlmwkgwlwQgSNvACTHwB7AgQFb9kn9aJS3NbUXIayg4MOUWRf8wcAswCRSxDTkKzM4AsJ2cx9b0A+BzYBFoitGim3eXme3AfAiTLjx6CMZ1VQDQbqx/355bPwPcMJCR3QHIeM0PgOlgm+g3yUJbQJwlZTZtJRCnsBZBURN34wc7i92PnOqRWFkL08AdQFEF9a2TczsAGaOjBkkd+Az4EngH+Ar4RGl1IjnVgvMhOBq8MfypsvH8UPuHcgD3Ymtf2s05gCsZMDuAaABfYNOcpXvW8fUSi+GT9AzumILQ10mcGLEwAxzfwd42yQZREZvmUUouUBMA1wM3AdUkNM87OQ23j5H+4pNGTRQxSqsm8CbwsQRgsENpaCZI4DqjSSjOffnWmaKc5wVIHoh7K/2X9UQl1qbrqnqPqJsayOF5cTaIHsMyyRVdPw1qeRXUV+XeyPxsLiRpUPMZzdsedjgdE6VqZ6H7KdgLTDmaNAXHV7hFF+3qOeAH4FvgO+yAWxJbHbYwY2jTEXQbGci6WMBNY7meZQIsTefl+SXgKXGwJul/T945J+9red6QoYjl8hjFXSNRNAech2zO+nEsWxaAh7CDqYSl49fiJ2ZEj+06KgcAgC1Hb8t/2VLSxkZ9ZsDuhIDOHG+bC3teNi/RI2AZUsI2VxWbBYPtg7MCOhSQQ1m4rG1X7ozBtSxjyjiWoplxLb815bPG5hU+tMLta90WDpMto9K8k9jofWyqM8ex3TkZfHcDxIHt+wP8zjYlsANo5H0wwLiDlyxDV+Wq7EX+BUBcnA+MUOWFAAAAAElFTkSuQmCC) 10 10, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur53126 2.0833333333333s linear infinite forwards;
}
